Final answer:
Without the actual algebraic expression, we cannot assess the truth of the given statements regarding it being a binomial, having a degree of four, or having a coefficient of 9.
Step-by-step explanation:
The student's question is missing the actual expression that they are asking about, so we cannot determine whether the statements A, B, and C are true or false without additional information. Normally, we would assess whether the expression is a binomial, has a degree of four, and if it has a coefficient of 9 based on the given expression. A binomial is an algebraic expression containing two terms. The degree of an expression is the highest power of its variable(s). The coefficient is the numerical factor of a term in an expression.
A correct approach to such a problem would involve:
- Looking at the expression and counting the number of terms to see if there are two, which would make it a binomial.
- Finding the highest exponent of the variable(s) to determine the degree of the expression.
- Identifying the numerical part of the term that is attached to the highest power of the variable to find the leading coefficient.